{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "<p align=\"center\">\n",
    "    <img src=\"https://github.com/GeostatsGuy/GeostatsPy/blob/master/TCG_color_logo.png?raw=true\" width=\"220\" height=\"240\" />\n",
    "\n",
    "</p>\n",
    "\n",
    "### Sequential Gaussian Simulation for Geostatistical Realizations \n",
    "\n",
    "#### Michael Pyrcz, Associate Professor, University of Texas at Austin \n",
    "\n",
    "##### [Twitter](https://twitter.com/geostatsguy) | [GitHub](https://github.com/GeostatsGuy) | [Website](http://michaelpyrcz.com) | [GoogleScholar](https://scholar.google.com/citations?user=QVZ20eQAAAAJ&hl=en&oi=ao) | [Book](https://www.amazon.com/Geostatistical-Reservoir-Modeling-Michael-Pyrcz/dp/0199731446) | [YouTube](https://www.youtube.com/channel/UCLqEr-xV-ceHdXXXrTId5ig)  | [LinkedIn](https://www.linkedin.com/in/michael-pyrcz-61a648a1)\n",
    "\n",
    "Here's a simple workflow for spatial simulation with sequential Gaussian simulation. This step is critical for:\n",
    "\n",
    "1. Prediction away from wells, e.g. pre-drill assessments, with uncertainty \n",
    "2. Spatial uncertainty modeling.\n",
    "3. Heterogeneity realizations ready for application to the transfer function.\n",
    "\n",
    "First let's explain the concept of spatial simulation.\n",
    "\n",
    "#### Spatial Simulation\n",
    "\n",
    "For more information see this lecture on geostatistical simulation and sequential Gaussian simulation.\n",
    "\n",
    "* [Simulation](https://www.youtube.com/watch?v=3cLqK3lR56Y&list=PLG19vXLQHvSB-D4XKYieEku9GQMQyAzjJ&index=45)\n",
    "\n",
    "\n",
    "#### Getting Started\n",
    "\n",
    "Here's the steps to get setup in Python with the GeostatsPy package:\n",
    "\n",
    "1. Install Anaconda 3 on your machine (https://www.anaconda.com/download/). \n",
    "2. From Anaconda Navigator (within Anaconda3 group), go to the environment tab, click on base (root) green arrow and open a terminal. \n",
    "3. In the terminal type: pip install geostatspy. \n",
    "4. Open Jupyter and in the top block get started by copy and pasting the code block below from this Jupyter Notebook to start using the geostatspy functionality. \n",
    "\n",
    "You will need to copy the data file to your working directory.  They are available here:\n",
    "\n",
    "* Tabular data - sample_data_MV_biased.csv available at https://git.io/fhgu0.\n",
    "\n",
    "There are exampled below with these functions. You can go here to see a list of the available functions, https://git.io/fh4eX, other example workflows and source code. \n",
    "\n",
    "If you get a package import error, you may have to first install some of these packages. This can usually be accomplished by opening up a command window on Windows and then typing 'python -m pip install [package-name]'. More assistance is available with the respective package docs.  \n",
    "\n",
    "#### Load the Required Libraries\n",
    "\n",
    "The following code loads the required libraries including my GeostatsPy package."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import geostatspy.geostats as geostats\n",
    "import geostatspy.GSLIB as GSLIB"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will also need some standard packages. These should have been installed with Anaconda 3."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os                                                 # to set current working directory \n",
    "import numpy as np                                        # arrays and matrix math\n",
    "import pandas as pd                                       # DataFrames\n",
    "import matplotlib.pyplot as plt                           # plotting"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "If you get a package import error, you may have to first install some of these packages. This can usually be accomplished by opening up a command window on Windows and then typing 'python -m pip install [package-name]'. More assistance is available with the respective package docs.  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "def vargplot(feature,lags,gamma_maj,gamma_min,npps_maj,npps_min,vmodel,azi,atol,sill):     # plot the variogram\n",
    "    index_maj,lags_maj,gmod_maj,cov_maj,ro_maj = geostats.vmodel(nlag=100,xlag=10,azm=azi,vario=vmodel);\n",
    "    index_min,lags_min,gmod_min,cov_min,ro_min = geostats.vmodel(nlag=100,xlag=10,azm=azi+90.0,vario=vmodel);\n",
    "    \n",
    "    plt.scatter(lags,gamma_maj,color = 'black',s = npps_maj*0.01,label = 'Major Azimuth ' +str(azi), alpha = 0.8)\n",
    "    plt.plot(lags_maj,gmod_maj,color = 'black')\n",
    "    plt.scatter(lags,gamma_min,color = 'red',s = npps_min*0.01,label = 'Minor Azimuth ' +str(azi+90.0), alpha = 0.8)\n",
    "    plt.plot(lags_min,gmod_min,color = 'red')\n",
    "    plt.plot([0,2000],[sill,sill],color = 'black')\n",
    "    plt.xlabel(r'Lag Distance $\\bf(h)$, (m)')\n",
    "    plt.ylabel(r'$\\gamma \\bf(h)$')\n",
    "    if atol < 90.0:\n",
    "        plt.title('Directional ' + feature + ' Variogram')\n",
    "    else: \n",
    "        plt.title('Omni Directional NSCORE ' + feature + ' Variogram')\n",
    "    plt.xlim([0,1000]); #plt.ylim([0,1.8])\n",
    "    plt.legend(loc=\"lower right\")\n",
    "    plt.grid(True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Set the working directory\n",
    "\n",
    "I always like to do this so I don't lose files and to simplify subsequent read and writes (avoid including the full address each time).  Also, in this case make sure to place the required (see above) GSLIB executables in this directory or a location identified in the environmental variable *Path*."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "#os.chdir(\"c:/PGE383\")                                     # set the working directory"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Loading Tabular Data\n",
    "\n",
    "Here's the command to load our comma delimited data file in to a Pandas' DataFrame object. We will also extract a limited sample to reduce data density. This way we can observe more of the heterogeneity from the simulation with the spatial continuity model, rather than mostly data driven heterogeneity."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>X</th>\n",
       "      <th>Y</th>\n",
       "      <th>Facies</th>\n",
       "      <th>Porosity</th>\n",
       "      <th>Perm</th>\n",
       "      <th>AI</th>\n",
       "      <th>logPerm</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>80.0</td>\n",
       "      <td>339.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.097085</td>\n",
       "      <td>1.157147</td>\n",
       "      <td>5861.952750</td>\n",
       "      <td>0.145957</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>830.0</td>\n",
       "      <td>819.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.124873</td>\n",
       "      <td>1.782012</td>\n",
       "      <td>4494.808666</td>\n",
       "      <td>0.577743</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>110.0</td>\n",
       "      <td>49.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.088687</td>\n",
       "      <td>2.421278</td>\n",
       "      <td>6658.973916</td>\n",
       "      <td>0.884296</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>160.0</td>\n",
       "      <td>579.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.156645</td>\n",
       "      <td>71.673783</td>\n",
       "      <td>3180.807532</td>\n",
       "      <td>4.272125</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>300.0</td>\n",
       "      <td>679.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.168196</td>\n",
       "      <td>602.656287</td>\n",
       "      <td>3766.141917</td>\n",
       "      <td>6.401347</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       X      Y  Facies  Porosity        Perm           AI   logPerm\n",
       "0   80.0  339.0     1.0  0.097085    1.157147  5861.952750  0.145957\n",
       "1  830.0  819.0     1.0  0.124873    1.782012  4494.808666  0.577743\n",
       "2  110.0   49.0     0.0  0.088687    2.421278  6658.973916  0.884296\n",
       "3  160.0  579.0     1.0  0.156645   71.673783  3180.807532  4.272125\n",
       "4  300.0  679.0     1.0  0.168196  602.656287  3766.141917  6.401347"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "unconditional = False\n",
    "#df = pd.read_csv(\"sample_data_MV_biased.csv\")             # read a .csv file in as a DataFrame\n",
    "df = pd.read_csv(r\"https://raw.githubusercontent.com/GeostatsGuy/GeoDataSets/master/sample_data_MV_biased.csv\") # from Dr. Pyrcz's GitHub repo\n",
    "df = df.sample(50)                                        # extract 50 samples\n",
    "df = df.reset_index()                                     # reset the record index \n",
    "df = df.drop(['index','Unnamed: 0'],axis=1)               # remove extra columns in DataFrame\n",
    "df['logPerm'] = np.log(df['Perm'].values)                 # calculate the log of permeability\n",
    "if unconditional == True:\n",
    "    df['X'] = df['X'] + 9999999.9                        # move the data outside the model, just use the distributions\n",
    "df.describe()  # summary statistics \n",
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Sequential Gaussian Simulation\n",
    "\n",
    "Let's jump right to building a variety of models with simulation and visualizing the results.  We will start with a test, comparision of simulation with simple and ordinary kriging."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = -0.142 (close to 0.0?)\n",
      "                                   variance = 0.8222 (close to gammabar(V,V)? approx. 1.0)\n",
      " x,y,z offsets = 10.0,1.794896514920806e-08\n",
      " x,y,z offsets = 3.589793029841612e-08,-10.0\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Simple Kriging vs. Ordinary Kriging\n",
    "nx = 100; ny = 100; xsiz = 10.0; ysiz = 10.0; xmn = 5.0; ymn = 5.0; nxdis = 1; nydis = 1\n",
    "ndmin = 0; ndmax = 20; radius = 10000; skmean = 0\n",
    "vario = GSLIB.make_variogram(nug=0.0,nst=1,it1=1,cc1=1.0,azi1=0.0,hmaj1=800,hmin1=200)\n",
    "tmin = -999; tmax = 999\n",
    "\n",
    "sim_sk = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73073,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=20,mults=1,nmult=3,noct=-1,radius=radius,radius1=100000,sang1=0,\n",
    "            mxctx=81,mxcty=81,ktype=0,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "# sim_ok = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "#             twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "#             nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73073,\n",
    "#             ndmin=ndmin,ndmax=ndmax,nodmax=10,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "#             mxctx=10,mxcty=10,ktype=1,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "xmin = 0.0; xmax = 1000.0; ymin = 0.0; ymax = 1000.0; cmap = plt.cm.inferno\n",
    "plt.subplot(121)                                          # plot the results\n",
    "GSLIB.locpix_st(sim_sk,xmin,xmax,ymin,ymax,xsiz,0.0,0.30,df,'X','Y','Porosity','Sequential Gaussian Simulation - Simple Kriging','X(m)','Y(m)','Porosity',cmap)\n",
    "# plt.subplot(222)\n",
    "# GSLIB.locpix_st(sim_ok,xmin,xmax,ymin,ymax,xsiz,0.0,0.30,df,'X','Y','Porosity','Sequential Gaussian Simulation - Ordinary Kriging','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "lags, gamma_x, npps_x = geostats.gam(sim_sk,-9999.9,9999.9,xsiz,ysiz,ixd=1,iyd=0,nlag=100,isill=1)\n",
    "lags, gamma_y, npps_y = geostats.gam(sim_sk,-9999.9,9999.9,xsiz,ysiz,ixd=0,iyd=1,nlag=100,isill=1)\n",
    "\n",
    "plt.subplot(122)\n",
    "vargplot('Porosity',lags,gamma_x,gamma_y,npps_x,npps_y,vario,azi=90.0,atol=22.5,sill=1.0)     # plot the variogram\n",
    "\n",
    "plt.subplots_adjust(left=0.0, bottom=0.0, right=2.0, top=1.1, wspace=0.2, hspace=0.2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Exploring Geometric Anisotropy\n",
    "\n",
    "Le'ts look at 4 realizations of porosity all with short range isotropic variograms."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = 0.0001 (close to 0.0?)\n",
      "                                   variance = 0.8131 (close to gammabar(V,V)? approx. 1.0)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Strongly Anisotropic Realization\n",
    "nx = 100; ny = 100; xsiz = 10.0; ysiz = 10.0; xmn = 5.0; ymn = 5.0; nxdis = 1; nydis = 1\n",
    "ndmin = 0; ndmax = 10; radius = 800; ktype = 0; skmean = 0\n",
    "vario = GSLIB.make_variogram(nug=0.0,nst=1,it1=1,cc1=1.0,azi1=60.0,hmaj1=200,hmin1=50)\n",
    "tmin = -999; tmax = 999\n",
    "\n",
    "sim_anis = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73072,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=10,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "xmin = 0.0; xmax = 1000.0; ymin = 0.0; ymax = 1000.0; cmap = plt.cm.inferno\n",
    "plt.subplot(221)\n",
    "GSLIB.locpix_st(sim_anis,xmin,xmax,ymin,ymax,xsiz,0.0,0.30,df,'X','Y','Porosity','Sequential Gaussian Simulation - Realization 1','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "plt.subplots_adjust(left=0.0, bottom=0.0, right=2.0, top=2.5, wspace=0.2, hspace=0.2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Exploring Multiple Realizations\n",
    "\n",
    "Let's look at 4 realizations of porosity all with short range isotropic variograms."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = -0.1654 (close to 0.0?)\n",
      "                                   variance = 0.9777 (close to gammabar(V,V)? approx. 1.0)\n",
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = -0.1366 (close to 0.0?)\n",
      "                                   variance = 0.8431 (close to gammabar(V,V)? approx. 1.0)\n",
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = -0.0865 (close to 0.0?)\n",
      "                                   variance = 0.9239 (close to gammabar(V,V)? approx. 1.0)\n",
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = -0.1555 (close to 0.0?)\n",
      "                                   variance = 0.9667 (close to gammabar(V,V)? approx. 1.0)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Demonstration of Multiple Realizations - Short Continuity\n",
    "nx = 100; ny = 100; xsiz = 10.0; ysiz = 10.0; xmn = 5.0; ymn = 5.0; nxdis = 1; nydis = 1\n",
    "ndmin = 0; ndmax = 10; radius = 300; ktype = 0; skmean = 0\n",
    "vario = GSLIB.make_variogram(nug=0.0,nst=1,it1=1,cc1=1.0,azi1=60.0,hmaj1=300,hmin1=300)\n",
    "tmin = -999; tmax = 999\n",
    "\n",
    "sim = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73075,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=20,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "sim2 = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73074,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=20,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "sim3 = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73071,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=20,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "sim4 = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73070,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=20,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "xmin = 0.0; xmax = 1000.0; ymin = 0.0; ymax = 1000.0; cmap = plt.cm.inferno\n",
    "plt.subplot(221)\n",
    "GSLIB.locpix_st(sim,xmin,xmax,ymin,ymax,xsiz,0.05,0.25,df,'X','Y','Porosity','Sequential Gaussian Simulation - Realization 1','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "plt.subplot(222)\n",
    "GSLIB.locpix_st(sim2,xmin,xmax,ymin,ymax,xsiz,0.05,0.25,df,'X','Y','Porosity','Sequential Gaussian Simulation - Realization 2','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "plt.subplot(223)\n",
    "GSLIB.locpix_st(sim3,xmin,xmax,ymin,ymax,xsiz,0.05,0.25,df,'X','Y','Porosity','Sequential Gaussian Simulation - Realization 3','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "plt.subplot(224)\n",
    "GSLIB.locpix_st(sim4,xmin,xmax,ymin,ymax,xsiz,0.05,0.25,df,'X','Y','Porosity','Sequential Gaussian Simulation - Realization 4','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "plt.subplots_adjust(left=0.0, bottom=0.0, right=2.0, top=2.5, wspace=0.2, hspace=0.2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's look at 4 realizations of porosity all with long range isotropic variograms."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = -0.1847 (close to 0.0?)\n",
      "                                   variance = 1.0031 (close to gammabar(V,V)? approx. 1.0)\n",
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = -0.1921 (close to 0.0?)\n",
      "                                   variance = 0.9127 (close to gammabar(V,V)? approx. 1.0)\n",
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = -0.149 (close to 0.0?)\n",
      "                                   variance = 0.8879 (close to gammabar(V,V)? approx. 1.0)\n",
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = -0.2071 (close to 0.0?)\n",
      "                                   variance = 0.96 (close to gammabar(V,V)? approx. 1.0)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Demonstration of Multiple Realizations - Long Continuity\n",
    "nx = 100; ny = 100; xsiz = 10.0; ysiz = 10.0; xmn = 5.0; ymn = 5.0; nxdis = 1; nydis = 1\n",
    "ndmin = 0; ndmax = 20; radius = 500; ktype = 0; skmean = 0\n",
    "vario = GSLIB.make_variogram(nug=0.0,nst=1,it1=1,cc1=1.0,azi1=60.0,hmaj1=500,hmin1=500)\n",
    "tmin = -999; tmax = 999\n",
    "\n",
    "sim = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73073,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=20,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "sim2 = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73072,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=20,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "sim3 = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73071,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=20,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "sim4 = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73070,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=20,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=0,vario=vario)\n",
    "\n",
    "xmin = 0.0; xmax = 1000.0; ymin = 0.0; ymax = 1000.0; cmap = plt.cm.inferno\n",
    "plt.subplot(221)\n",
    "GSLIB.locpix_st(sim,xmin,xmax,ymin,ymax,xsiz,0.05,0.25,df,'X','Y','Porosity','Sequential Gaussian Simulation - Realization 1','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "plt.subplot(222)\n",
    "GSLIB.locpix_st(sim2,xmin,xmax,ymin,ymax,xsiz,0.05,0.25,df,'X','Y','Porosity','Sequential Gaussian Simulation - Realization 2','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "plt.subplot(223)\n",
    "GSLIB.locpix_st(sim3,xmin,xmax,ymin,ymax,xsiz,0.05,0.25,df,'X','Y','Porosity','Sequential Gaussian Simulation - Realization 3','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "plt.subplot(224)\n",
    "GSLIB.locpix_st(sim4,xmin,xmax,ymin,ymax,xsiz,0.05,0.25,df,'X','Y','Porosity','Sequential Gaussian Simulation - Realization 4','X(m)','Y(m)','Porosity',cmap)\n",
    "\n",
    "plt.subplots_adjust(left=0.0, bottom=0.0, right=2.0, top=2.5, wspace=0.2, hspace=0.2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Sequential Gaussian Simulation - Collocated Cokriging\n",
    "\n",
    "Now let's demonstrate collocated cokriging.  We first calculate a realization of porosity and then collocated cokriging realization of permeability constrained to the porosity realizations."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 0.1279\n",
      "                 Weighted Variance             = 0.0011\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = 0.0085 (close to 0.0?)\n",
      "                                   variance = 0.9237 (close to gammabar(V,V)? approx. 1.0)\n",
      "\n",
      " Data for SGSIM: Number of acceptable data     = 50\n",
      "                 Number trimmed                = 0\n",
      "                 Weighted Average              = 90.3294\n",
      "                 Weighted Variance             = 29544.2779\n",
      "                 Weighted Transformed Average  = 0.0\n",
      "                 Weighted Transformed Variance = 0.9749\n",
      " Secondary Data: Number of data             = 10000\n",
      "                 Equal Weighted Average     = 0.128\n",
      "                 Equal Weighted Variance    = 0.0011\n",
      " Transforming Secondary Data with\n",
      " variance reduction of 1.0\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on realization number 0\n",
      "   currently on node 0\n",
      "   currently on node 1000\n",
      "   currently on node 2000\n",
      "   currently on node 3000\n",
      "   currently on node 4000\n",
      "   currently on node 5000\n",
      "   currently on node 6000\n",
      "   currently on node 7000\n",
      "   currently on node 8000\n",
      "   currently on node 9000\n",
      "Reassigning data to nodes\n",
      "\n",
      " Realization 0: number   = 10000\n",
      "                                   mean     = 0.0044 (close to 0.0?)\n",
      "                                   variance = 1.0041 (close to gammabar(V,V)? approx. 1.0)\n"
     ]
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "nx = 100; ny = 100; xsiz = 10.0; ysiz = 10.0; xmn = 5.0; ymn = 5.0; nxdis = 1; nydis = 1\n",
    "ndmin = 0; ndmax = 20; radius = 100; ktype = 0; skmean = 0\n",
    "vario = GSLIB.make_variogram(nug=0.0,nst=1,it1=1,cc1=1.0,azi1=60.0,hmaj1=100,hmin1=100)\n",
    "tmin = -99999; tmax = 99999\n",
    "\n",
    "trend = np.zeros((ny,nx))\n",
    "for iy in range(0,ny):\n",
    "    for ix in range(0,nx):\n",
    "        trend[iy,ix] = -1*(iy-ny/2)/(ny)*0.03+.127\n",
    "#trend = np.array([[1.0,2.0,3.0],[4.0,5.0,6.0],[7.0,8.0,9.0]]) \n",
    "    \n",
    "sim_por = geostats.sgsim(df,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.3,ltail=1,ltpar=0.0,utail=1,utpar=0.3,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73073,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=10,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=0,colocorr=0.0,sec_map=trend,vario=vario)\n",
    "\n",
    "sim_perm = geostats.sgsim(df,'X','Y','Perm',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=1000.0,ltail=1,ltpar=0.0,utail=1,utpar=1000.0,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73075,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=10,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=4,colocorr=0.9,sec_map=sim_por,vario=vario)\n",
    "\n",
    "xmin = 0.0; xmax = 1000.0; ymin = 0.0; ymax = 1000.0; cmap = plt.cm.inferno\n",
    "plt.subplot(121)\n",
    "GSLIB.locpix_st(sim_por,xmin,xmax,ymin,ymax,xsiz,0.0,0.250,df,'X','Y','Porosity','Sequential Gaussian Simulation','X(m)','Y(m)','Porosity',cmap)\n",
    "sim_log_perm = np.log(sim_perm.clip(0.0001,1200))\n",
    "plt.subplot(122)\n",
    "GSLIB.locpix_st(sim_log_perm,xmin,xmax,ymin,ymax,xsiz,-5.0,10,df,'X','Y','logPerm','Sequential Gaussian Simulation Collocated Cokriging','X(m)','Y(m)','Permeabilty Log(mD)',cmap)\n",
    "plt.subplots_adjust(left=0.0, bottom=0.0, right=2.0, top=1.2, wspace=0.2, hspace=0.2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Facies-based Simulation\n",
    "\n",
    "Let's simulate a single realization of a facies model with sequential indicator simulation.\n",
    "\n",
    "* We will assign the facies based on the most probable between sand and shale at each location"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Data for IK3D: Variable column Facies\n",
      "  Number   = 50\n",
      "Setting up rotation matrices for variogram and search\n",
      "Working on the kriging\n",
      "   currently on estimate 0\n",
      "   currently on estimate 1000\n",
      "   currently on estimate 2000\n",
      "   currently on estimate 3000\n",
      "   currently on estimate 4000\n",
      "   currently on estimate 5000\n",
      "   currently on estimate 6000\n",
      "   currently on estimate 7000\n",
      "   currently on estimate 8000\n",
      "   currently on estimate 9000\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ncut = 2                                   # number of facies\n",
    "thresh = [0,1]                             # the facies categories\n",
    "gcdf = [0.4,0.6]                           # the global proportions of the categories\n",
    "varios_facies = []                                # the variogram list\n",
    "varios_facies.append(GSLIB.make_variogram(nug=0.0,nst=1,it1=1,cc1=1.0,azi1=60,hmaj1=300,hmin1=100)) # shale indicator variogram\n",
    "varios_facies.append(GSLIB.make_variogram(nug=0.0,nst=1,it1=1,cc1=1.0,azi1=60,hmaj1=300,hmin1=100)) # sand indicator variogram\n",
    "no_trend = np.zeros((1,1))                  # null ndarray not of correct size so ik2d will NOT use a trend - will fix this\n",
    "ktype = 0; ivtype = 0                       # simple kriging, categorical feature\n",
    "ikmap = geostats.ik2d(df,'X','Y','Facies',ivtype,0,2,thresh,gcdf,no_trend,-999,999,nx,xmn,xsiz,ny,ymn,ysiz,\n",
    "                      ndmin,70,400,ktype,vario=varios_facies)\n",
    "\n",
    "plt.subplot(221) \n",
    "GSLIB.locpix_st(ikmap[:,:,0],xmin,xmax,ymin,ymax,xsiz,0.0,1.0,df,'X','Y','Facies','Probability Shale','X(m)','Y(m)','Probability Facies',cmap)\n",
    "plt.subplot(222) \n",
    "GSLIB.locpix_st(ikmap[:,:,1],xmin,xmax,ymin,ymax,xsiz,0.0,1.0,df,'X','Y','Facies','Probability Sand','X(m)','Y(m)','Probability Facies',cmap)\n",
    "plt.subplots_adjust(left=0.0, bottom=0.0, right=2.0, top=2.5, wspace=0.2, hspace=0.2) \n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Cookie Cutter Porosity-by Facies Realization\n",
    "\n",
    "Use the cookie cutter approach to calculate a single porosity realization.\n",
    "\n",
    "* simulate porosity by-facies, sand and shale at all locations\n",
    "* at each location find the facies from the facies realization and assign the porosity realization from the associated by-facies porosity realization\n",
    "\n",
    "This approach causes discontinuities at the facies boundaries\n",
    "\n",
    "* porosity spatial continuity may not conform with the facies boundaries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'por_sand_sim' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[1;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "Input \u001b[1;32mIn [12]\u001b[0m, in \u001b[0;36m<cell line: 27>\u001b[1;34m()\u001b[0m\n\u001b[0;32m     29\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m ikmap[iy,ix,\u001b[38;5;241m1\u001b[39m] \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m0.5\u001b[39m:   \u001b[38;5;66;03m# current location is assumed to be sand\u001b[39;00m\n\u001b[0;32m     30\u001b[0m     facies_sim[iy,ix] \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m1\u001b[39m\n\u001b[1;32m---> 31\u001b[0m     por_sim[iy,ix] \u001b[38;5;241m=\u001b[39m \u001b[43mpor_sand_sim\u001b[49m[iy,ix];\n\u001b[0;32m     32\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:                      \u001b[38;5;66;03m# current location is assumed to be shale\u001b[39;00m\n\u001b[0;32m     33\u001b[0m     facies_sim[iy,ix] \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0\u001b[39m\n",
      "\u001b[1;31mNameError\u001b[0m: name 'por_sand_sim' is not defined"
     ]
    }
   ],
   "source": [
    "simulate = False\n",
    "df_sand = pd.DataFrame.copy(df[df['Facies'] == 1]).reset_index()  # copy only 'Facies' = sand records\n",
    "df_shale = pd.DataFrame.copy(df[df['Facies'] == 0]).reset_index() # copy only 'Facies' = shale records\n",
    "\n",
    "skmean_por_sand = 0.14; skmean_por_shale = 0.08\n",
    "ndmin = 0; ndmax = 20; radius = 600; ktype = 1\n",
    "por_sand_vario = GSLIB.make_variogram(nug=0.0,nst=1,it1=1,cc1=1.0,azi1=45,hmaj1=600,hmin1=100) # porosity sand variogram\n",
    "por_shale_vario = GSLIB.make_variogram(nug=0.0,nst=1,it1=1,cc1=1.0,azi1=45,hmaj1=600,hmin1=100) # porosity shale variogram\n",
    "\n",
    "facies_sim = np.zeros((ny,nx)); por_sim = np.zeros((ny,nx)); # declare array to combine values\n",
    "\n",
    "if simulate == True:\n",
    "    por_sand_sim = geostats.sgsim(df_sand,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,\n",
    "            dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.1,zmax=0.3,ltail=1,ltpar=0.1,utail=1,utpar=0.23,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73073,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=10,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=trend,vario=por_sand_vario)\n",
    "\n",
    "    por_shale_sim = geostats.sgsim(df_shale,'X','Y','Porosity',wcol=-1,scol=-1,tmin=tmin,tmax=tmax,itrans=1,ismooth=0,\n",
    "            dftrans=0,tcol=0,\n",
    "            twtcol=0,zmin=0.0,zmax=0.13,ltail=1,ltpar=0.0,utail=1,utpar=0.13,nsim=1,\n",
    "            nx=nx,xmn=xmn,xsiz=xsiz,ny=ny,ymn=ymn,ysiz=ysiz,seed=73073,\n",
    "            ndmin=ndmin,ndmax=ndmax,nodmax=10,mults=0,nmult=2,noct=-1,radius=radius,radius1=1,sang1=0,\n",
    "            mxctx=10,mxcty=10,ktype=ktype,colocorr=0.0,sec_map=trend,vario=por_shale_vario)\n",
    "\n",
    "for iy in range(0,ny):\n",
    "    for ix in range(0,nx):\n",
    "        if ikmap[iy,ix,1] > 0.5:   # current location is assumed to be sand\n",
    "            facies_sim[iy,ix] = 1\n",
    "            por_sim[iy,ix] = por_sand_sim[iy,ix];\n",
    "        else:                      # current location is assumed to be shale\n",
    "            facies_sim[iy,ix] = 0\n",
    "            por_sim[iy,ix] = por_shale_sim[iy,ix];\n",
    "\n",
    "plt.subplot(221)\n",
    "GSLIB.locpix_st(por_sand_sim,xmin,xmax,ymin,ymax,xsiz,0.0,0.25,df_sand,'X','Y','Porosity','Sand Porosity Realization','X(m)','Y(m)','Porosity (%)',cmap)\n",
    "\n",
    "plt.subplot(222)\n",
    "GSLIB.locpix_st(por_shale_sim,xmin,xmax,ymin,ymax,xsiz,0.0,0.25,df_shale,'X','Y','Porosity','Shale Porosity Realization','X(m)','Y(m)','Porosity (%)',cmap)\n",
    "\n",
    "plt.subplot(223)\n",
    "GSLIB.locpix_st(facies_sim,xmin,xmax,ymin,ymax,xsiz,0.0,1.0,df,'X','Y','Facies','Facies ','X(m)','Y(m)','Facies (0 - shale, 1 - sand)',cmap)\n",
    "plt.scatter(df_shale['X'],df_shale['Y'],color='black',edgecolor='white',linewidth=0.8)\n",
    "\n",
    "plt.subplot(224)\n",
    "GSLIB.locpix_st(por_sim,xmin,xmax,ymin,ymax,xsiz,0.0,0.25,df_shale,'X','Y','Porosity','All Facies Porosity Realization','X(m)','Y(m)','Porosity (%)',cmap)\n",
    "\n",
    "plt.subplots_adjust(left=0.0, bottom=0.0, right=2.0, top=2.1, wspace=-0.1, hspace=0.3)\n",
    "plt.show()"
   ]
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    "#### Comments\n",
    "\n",
    "This was a basic demonstration of spatial simulation. I know the simulation program is rough and the code needs some clean up, but we are getting to the point where we have a function package for Geostatistics in Python.  \n",
    "\n",
    "Much more could be done, I have other demonstrations on the basics of working with DataFrames, ndarrays, univariate statistics, plotting data, declustering, data transformations and many other workflows available at https://github.com/GeostatsGuy/PythonNumericalDemos and https://github.com/GeostatsGuy/GeostatsPy. \n",
    "  \n",
    "I hope this was helpful,\n",
    "\n",
    "*Michael*\n",
    "\n",
    "#### The Author:\n",
    "\n",
    "### Michael Pyrcz, Associate Professor, University of Texas at Austin \n",
    "*Novel Data Analytics, Geostatistics and Machine Learning Subsurface Solutions*\n",
    "\n",
    "With over 17 years of experience in subsurface consulting, research and development, Michael has returned to academia driven by his passion for teaching and enthusiasm for enhancing engineers' and geoscientists' impact in subsurface resource development. \n",
    "\n",
    "For more about Michael check out these links:\n",
    "\n",
    "#### [Twitter](https://twitter.com/geostatsguy) | [GitHub](https://github.com/GeostatsGuy) | [Website](http://michaelpyrcz.com) | [GoogleScholar](https://scholar.google.com/citations?user=QVZ20eQAAAAJ&hl=en&oi=ao) | [Book](https://www.amazon.com/Geostatistical-Reservoir-Modeling-Michael-Pyrcz/dp/0199731446) | [YouTube](https://www.youtube.com/channel/UCLqEr-xV-ceHdXXXrTId5ig)  | [LinkedIn](https://www.linkedin.com/in/michael-pyrcz-61a648a1)\n",
    "\n",
    "#### Want to Work Together?\n",
    "\n",
    "I hope this content is helpful to those that want to learn more about subsurface modeling, data analytics and machine learning. Students and working professionals are welcome to participate.\n",
    "\n",
    "* Want to invite me to visit your company for training, mentoring, project review, workflow design and / or consulting? I'd be happy to drop by and work with you! \n",
    "\n",
    "* Interested in partnering, supporting my graduate student research or my Subsurface Data Analytics and Machine Learning consortium (co-PIs including Profs. Foster, Torres-Verdin and van Oort)? My research combines data analytics, stochastic modeling and machine learning theory with practice to develop novel methods and workflows to add value. We are solving challenging subsurface problems!\n",
    "\n",
    "* I can be reached at mpyrcz@austin.utexas.edu.\n",
    "\n",
    "I'm always happy to discuss,\n",
    "\n",
    "*Michael*\n",
    "\n",
    "Michael Pyrcz, Ph.D., P.Eng. Associate Professor The Hildebrand Department of Petroleum and Geosystems Engineering, Bureau of Economic Geology, The Jackson School of Geosciences, The University of Texas at Austin\n",
    "\n",
    "#### More Resources Available at: [Twitter](https://twitter.com/geostatsguy) | [GitHub](https://github.com/GeostatsGuy) | [Website](http://michaelpyrcz.com) | [GoogleScholar](https://scholar.google.com/citations?user=QVZ20eQAAAAJ&hl=en&oi=ao) | [Book](https://www.amazon.com/Geostatistical-Reservoir-Modeling-Michael-Pyrcz/dp/0199731446) | [YouTube](https://www.youtube.com/channel/UCLqEr-xV-ceHdXXXrTId5ig)  | [LinkedIn](https://www.linkedin.com/in/michael-pyrcz-61a648a1)\n"
   ]
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